A particle of mass 'm' moves in horizontal plane along the curve s = a0 as shown in figure, where is angle made by tangent to the curve with x- axis and s is the distance coverved along the curve. Lagrangian of particle is y (a) 1 2 -ma²0² 50 -X (b) 1 ma ma² sin² 00² 2 1 (c) = ma² cos²00² (d) ma² sin² 00² - 2

Classical Dynamics of Particles and Systems
5th Edition
ISBN:9780534408961
Author:Stephen T. Thornton, Jerry B. Marion
Publisher:Stephen T. Thornton, Jerry B. Marion
Chapter9: Dynamics Of A System Of Particles
Section: Chapter Questions
Problem 9.17P
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ud
of
49.
Add text
(d)
Draw
Highlight
ma²0²
M
1
(c) — ma
Q
// (m
(m₁ −m₂) x² +m₁gx+m₂g (l-x-лR)
ma² cos² 00²
Erase
A particle of mass 'm' moves in horizontal plane
along the curve s = a0 as shown in figure, where
is angle made by tangent to the curve with x-
axis and s is the distance coverved along the curve.
Lagrangian of particle is
1
X
#
1
(b) ma-sin°Đô
(d) ma² sin² 00²
P 2
ENG
IN
40
0
●●
22:27
22-07-2022
X
:
Transcribed Image Text:ud of 49. Add text (d) Draw Highlight ma²0² M 1 (c) — ma Q // (m (m₁ −m₂) x² +m₁gx+m₂g (l-x-лR) ma² cos² 00² Erase A particle of mass 'm' moves in horizontal plane along the curve s = a0 as shown in figure, where is angle made by tangent to the curve with x- axis and s is the distance coverved along the curve. Lagrangian of particle is 1 X # 1 (b) ma-sin°Đô (d) ma² sin² 00² P 2 ENG IN 40 0 ●● 22:27 22-07-2022 X :
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